I appreciate the replies and the debating was very interesting.  To re-cap, we
are trying to see if we can come up with a simple way to calculate the
temperature rise in a connector at different current levels if we already know
that the temperature rise is 30ºC at the rated current (which is how most
connectors are rated). 

We know the calculated results would be just an estimate and we are making the
assumption that the power dissipation and thermal resistance would stay fairly
constant in the temperature range that we want to calculate.    

I took John's advice and decided to do some measurements just to see if the
results would track our I^2 presumption.

I took a standard Molex connector (single) pin and socket rated 19 amps (this
is NOT the 50 amp connector from my original email) and soldered them onto 16
AWG wire and mounted them in free space and connected the wires to my Ground
Bond Tester (constant current source).  I stuck a thermocouple with thermal
paste into the connector pin as close to the junction as possible.

Passing current through the connector pins gave me the following results:

5A = 2.5ºC rise over ambient
10A = 11ºC rise
15A = 22ºC rise
20A = 44ºC rise 

So it would seem that in this case our assumption was pretty close if not
right on. Doubling the current gave us approximately a 4X change in our
temperature rise.

We'll have to do more real world measurements to see if the results are
similar with other connectors.  

Thanks for everyone's help.
The Other Brian



From: emc-p...@ieee.org [mailto:emc-p...@ieee.org] On Behalf Of John Woodgate
Sent: Sunday, March 08, 2009 5:21 PM
To: john...@itesafety.com
Cc: emc-p...@ieee.org
Subject: Re: De-Rating internal Connectors for Temperature

In message <49b42f6e.3030...@itesafety.com>, dated Sun, 8 Mar 2009, 
Robert Johnson <john...@itesafety.com> writes:

>Temperature is not proportional to current or current squared or 
>power..
>Temperature rise is not proportional to current or current squared or 
>power.
>These formulas were all pure guesses.

Not in my case: I explained its approximate nature.

>Temperature is proportional to kinetic energy (more or less).

Power is energy per unit time. If power is constant, whatever is 
proportional to energy is proportional to power.

>You need to go back to the physics and figure out where the energy is 
>going and how the energy relates to the temperature of a substance. It 
>turns out to be a very complicated subject (eg).

You can make anything complicated. The genius is in making it simple.
>
>A second major flaw here is a misunderstanding about temperature 
>manipulation.
>You can double the temperature of a product from 1°C to 2°C. You can 
>also double the temperature of a product from 50°C to 100°C. You can 
>increase the temperature of a product a million fold to 1°C (from 
>.000001°C). You have to be really careful if you are manipulating 
>temperatures without using an absolute scale. If you are trying to 
>relate something to a fraction of the temperature scale (like Celsius 
>or Fahrenheit) you can quickly get into trouble.

I made it clear that the connector problem is a matter of temperature 
RISE, not temperature on a scale. Others may have considered 
temperatures on a scale; that is indeed very liable to cause errors.
-- 
OOO - Own Opinions Only. Try www.jmwa.demon.co.uk and www.isce.org.uk
Things can always get better. But that's not the only option.
John Woodgate, J M Woodgate and Associates, Rayleigh, Essex UK

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